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A No-Arbitrage Fractional cointegration model for Futures and Spot Daily Ranges

机译:期货和现货每日范围的无套利分数协整模型

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摘要

The no-arbitrage relation between futures and spot prices implies an analogous relation between futures and spot daily ranges. The long-memory features of the range-based volatility estimators are analyzed, and fractional cointegration is tested in a semi-parametric framework. In particular, the no-arbitrage condition is used to derive a long-run relationship between volatility measures and to justify the use of a fractional vector error correction model (FVECM) to study their dynamic relationship. The out-of-sample forecasting superiority of FVECM, with respect to alternative models, is documented. The results highlight the importance of incorporating the long-run equilibrium in volatilities to obtain better forecasts, given the information content in the volatility of futures prices.
机译:期货与现货价格之间的无套利关系意味着期货与现货每日范围之间的类似关系。分析了基于范围的波动率估计量的长记忆特征,并在半参数框架中测试了分数协整。特别是,无套利条件用于得出波动率测度之间的长期关系,并证明使用分数矢量误差校正模型(FVECM)来研究其动态关系是合理的。相对于替代模型,FVECM的样本外预测优势得到了记录。考虑到期货价格波动中的信息内容,结果强调了将长期均衡纳入波动率中以获得更好的预测的重要性。

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  • 来源
    《Journal of futures markets》 |2013年第1期|77-102|共26页
  • 作者单位

    Dipartimento di economia politica e metodi quantitativi, Via San Felice 5, University of Pavia, 27100 Pavia, Italy;

    School of Economics and Management, Aarhus University, Denmark;

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  • 正文语种 eng
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